What is the Role of Energy?

Tuesday, September 30, 2014

Volume Units Lab

My claim was that 1cm^3 is equal to 1mL.

W(mL)=1.104(mL/cm^3)M(cm^3)-6.765

Slope: 1.104(mL/cm^3)

Y-int.: -6.765

The slope of the line in my graph is .1 off of being exactly 1. If it was 1 that would mean that that for every 10mL. there are 10cm^3, meaning that the ratio is 1:1. but this would only work if we had less error in our experiment. The Y-int. or error is about 7% witch means that there was to much error to think of it as a irrelevant part of the graph. So if I were to redo the experiment with much less error and still got the same slope I could confidently say that there is a 1:1 between mL and cm^3. I also chose behave as a label on this post because this experiment tested how matter behaves in correlation with mass and volume.



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